In: Finance
To determine which Project is better, we will compute the NPV of both the projects. The Project with higher NPV will be better.
Computation of NPV of Project E and Project F
Year |
Project E |
Project F | PVAF @15% | PV- Project E | PV- Project F |
a | b | c | d | e=b*d | f=c*d |
0 |
-$100,000.00 |
-$100,000.00 |
1 | -$100,000.00 | -$100,000.00 |
1 | $50,000.00 | $10,000.00 | 0.869565217 | $43,478.26 | $8,695.65 |
2 |
$40,000.00 |
$30,000.00 | 0.756143667 | $30,245.75 | $22,684.31 |
3 | $30,000.00 | $40,000.00 | 0.657516232 | $19,725.49 | $26,300.65 |
4 |
$10,000.00 |
$60,000.00 | 0.571753246 | $5,717.53 | $34,305.19 |
NPV | -$832.97 | -$8,014.19 |
NPV of Project E (i.e. -$832.97) is higher than Project F (i.e. -$8014.19). Therefore, Project E is better.
Calculation of IRR of Project E-
IRR is that rate of return where PV of cash inflow = PV of cash Outflow
Using hit and trial method, we get IRR= 14.5% (this is the rate at which PV of cash inflow is approximately equal to PV of cash outflow).
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